Solve the problem using inductive reasoning.
-Find the number of games played in a round robin tournament for the given numbers of
teams. In a round robin tournament every team plays every other team once.
$\begin{array} { c | c }
\text { Number of teams } & \text { Number of games played } \
\hline 3 \text { teams } & 3 \text { games } \
4 \text { teams } & 6 \text { games } \
5 \text { teams } & 10 \text { games } \
6 \text { teams } & -\text { games } \
7 \text { teams } & - \text { games }
\end{array}$

Question

Solve the problem using inductive reasoning.
-Find the number of games played in a round robin tournament for the given numbers of
teams. In a round robin tournament every team plays every other team once. 
$\begin{array} { c | c } 
\text { Number of teams } & \text { Number of games played } \
\hline 3 \text { teams } & 3 \text { games } \
4 \text { teams } & 6 \text { games } \
5 \text { teams } & 10 \text { games } \
6 \text { teams } & -\text { games } \
7 \text { teams } & - \text { games }
\end{array}$

Quizplus · Accepted Answer

The Answer of Solve the problem using inductive reasoning.
-Find the number of games played in a round robin tournament for the given numbers of
teams. In a round robin tournament every team plays every other team once. 
$\begin{array} { c | c } 
\text { Number of teams } & \text { Number of games played } \
\hline 3 \text { teams } & 3 \text { games } \
4 \text { teams } & 6 \text { games } \
5 \text { teams } & 10 \text { games } \
6 \text { teams } & -\text { games } \
7 \text { teams } & - \text { games }
\end{array}$

Solve the Problem Using Inductive Reasoning